\chapter{量子力学基本概念}
\input{content/QuantumMechanics/fundamental.tex}
\chapter{一维问题}
\section{一维动态问题的一些特例}

一维定态薛定谔方程可表示为:
\begin{equation}
    \SEQa,
\end{equation}
对于束缚态，有
\begin{equation}
    \SEQaCond
\end{equation}

\subsection{一维无限深方势阱}
\input{content/QuantumMechanics/OneDim/InfinitySquarePotentialWell.tex}
\subsection{一维有限深方势阱}
\input{content/QuantumMechanics/OneDim/FinitySquarePotentialWell.tex}
\subsection{一维方势垒}
\input{content/QuantumMechanics/OneDim/SquarePotentialBarrier.tex}
\subsection{一维谐振子}
\input{content/QuantumMechanics/OneDim/HarmonicOscillator.tex}
\subsection{一维线性势场}
\input{content/QuantumMechanics/OneDim/LinearForceField.tex}
\subsection{Kronig-Penney势}
\input{content/QuantumMechanics/OneDim/KronigPeney.tex}


\section{一维定态的一般讨论}
\input{content/QuantumMechanics/OneDim/CommonDiscussion.tex}

\section{一维Gauss波包的自由演化}
\input{content/QuantumMechanics/OneDim/TimeEvolutionOfGaussWave.tex}

\chapter{中心场束缚态问题}
\section{引言}
\input{content/QuantumMechanics/CentralPotential/introduction.tex}
\section{轨道角动量及其本征函数}
\input{content/QuantumMechanics/CentralPotential/AngularMomentum.tex}
\section{讨论}
\input{content/QuantumMechanics/CentralPotential/disscusion.tex}
\section{球方势阱}
\input{content/QuantumMechanics/CentralPotential/SphericalPotentialWell.tex}
\section{库伦场和氢原子}
\input{content/QuantumMechanics/CentralPotential/CoulombFieldAndHydrogen.tex}
\section{三维各向同性谐振子}
\input{content/QuantumMechanics/CentralPotential/ThreeDimIsoHarmonicOsillator.tex}

\chapter{表象与表示}
\section{幺正变换}
\input{content/QuantumMechanics/representation/UnitaryTransformation.tex}
\section{Dirac符号表示}
\input{content/QuantumMechanics/representation/dirac.tex}
\section{表象}
\input{content/QuantumMechanics/representation/representation.tex}
\section{Wigner定理}
\input{content/QuantumMechanics/representation/wigner.tex}
\section{路径积分表示}
\input{content/QuantumMechanics/representation/PathInt.tex}
\section{Fock空间}
\input{content/QuantumMechanics/representation/ForkSpace.tex}

\chapter{对称性}
\section{简述}
\input{content/QuantumMechanics/Symmetry/introduction.tex}
\section{时空对称性及其结论}
\input{content/QuantumMechanics/Symmetry/SpaceTimeSymmetry.tex}
\section{内禀对称性}
\input{content/QuantumMechanics/Symmetry/IntrinsicSymmetry.tex}
\section{电子自旋角动量}
\input{content/QuantumMechanics/Spin/SpinOfElectron.tex}